egttools.numerical¶
The numerical module contains functions and classes to simulate evolutionary dynamics in finite populations.
Functions
Compute the stationary distribution of an explicit sparse transition matrix. |
Classes
Average gradient of selection G^A(x) from a network MC estimator. |
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Per-strategy fixation (absorption) probabilities. |
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Mean absorption (fixation) time from a given initial state. |
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Fixation probability of an invading strategy into a resident population. |
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Evolver for a general population structure. |
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Multi-level selection following Garcia & van den Bergh (2011). |
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Multi-level selection following Traulsen & Nowak (2006). |
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Wraps any |
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Wraps |
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Numerical solver for evolutionary dynamics under the pairwise comparison rule. |
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Matrix-free transition operator for the pairwise comparison process. |
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Estimated stationary distribution over population states. |
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Result of |
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Time-averaged strategy frequencies with uncertainty. |
Python wrapper classes for egttools MC estimators. |
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Indicator result types and statistics helpers for PairwiseComparisonNumerical. |
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Matrix-free linear operator wrappers and stationary-distribution solvers. |
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MPI-distributed stationary distribution solvers backed by PETSc/SLEPc. |
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The numerical module contains optimized functions and classes to simulate evolutionary dynamics in large populations. |
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Rich result objects returned by egttools MC estimator wrappers. |
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The structure submodule contains population structures |